- 30 Ordinary Differential Equations Let I R be an interval (open or closed, finite or infinite --at either end). Suppose
- Continuity and Differentiability of Solutions 21 Continuity and Differentiability of Solutions
- A multi-scale approach to hyperbolic evolution equations with limited smoothness
- Ordinary Differential Equations Existence and Uniqueness Theory
- Fourier Series Let {ej : 1 j n} be the standard basis in Rn
- Vibrating Strings and Heat Flow "snap shot" at time t
- Ordinary Differential Equations 1 Existence and Uniqueness Theory . . . . . . . . . . . . . . . . . . . . . . . . . . . 1
- Lebesgue Integration on Rn The treatment here is based loosely on that of Jones, Lebesgue Integration on Euclidean
- Hilbert Spaces Definition. A complex inner product space (or pre-Hilbert space) is a complex vector
- Introduction to the Numerical Solution of IVP for ODE 45 Introduction to the Numerical Solution of IVP for ODE
- The Curvelet Frame Applications of Curvelets
- Eigenfunctions and Spectral Clusters Squarefunction estimates
- BOUNDS FOR SPECTRAL CLUSTERS HART F. SMITH
- Eigenfunctions and Spectral Clusters Squarefunction estimates
- Math 556 Spring 2011 Homework 2 Due Wednesday, April 20
- Strichartz Estimates Counterexample to Strichartz
- ON STRICHARTZ ESTIMATES FOR SCHRODINGER OPERATORS IN COMPACT MANIFOLDS WITH BOUNDARY
- ON MULTILINEAR SPECTRAL CLUSTER ESTIMATES FOR MANIFOLDS WITH BOUNDARY
- Wave Evolution On the Evolution of Curvelets
- Strichartz Estimates for Wave Strichartz Estimates for the Wave Equation
- Curriculum Vitae for Hart Smith -Updated November, 2006 Princeton University, 19841988.
- Lp Bounds for Spectral Clusters for Lipschitz Metrics
- SHARP LOCAL WELL-POSEDNESS RESULTS FOR THE NONLINEAR WAVE EQUATION
- SPECTRAL CLUSTER ESTIMATES FOR C1,1 HART F. SMITH
- Math. Res. Lett. 13 (2006), no. 06, 965972 c International Press 2006 BOUNDS ON SPECTRAL PROJECTORS FOR
- NORM OF SPECTRAL CLUSTERS FOR COMPACT MANIFOLDS WITH BOUNDARY
- Math. Res. Lett. 14 (2007), no. 00, 1000110009 c International Press 2006 BOUNDS ON SPECTRAL CLUSTERS
- Math 556 Spring 2011 Homework 1 Due Friday, April 8
- Curriculum Vitae for Hart Smith -Updated November, 2011 Princeton University, 19841988.
- SHARP BOUNDS ON SPECTRAL CLUSTERS FOR LIPSCHITZ METRICS
- GLOBAL WELL-POSEDNESS AND SCATTERING FOR DEFOCUSING ENERGY-CRITICAL NLS IN THE EXTERIOR OF
- STRICHARTZ ESTIMATES AND THE NONLINEAR SCHRODINGER EQUATION ON MANIFOLDS WITH
- Math. Res. Lett. 15 (2008), no. 00, 10001100NN c International Press 2008 SUBCRITICAL Lp
- Regularity and multi-scale discretization of the solution construction of hyperbolic evolution equations with
- Decoupling of modes for the elastic wave equation in media of limited smoothness
- STRICHARTZ ESTIMATES FOR THE WAVE EQUATION ON MANIFOLDS WITH BOUNDARY
- Seismic imaging with the generalized Radon transform: A curvelet transform perspective
